10^0.83784 = 6.82, 0.83784 is the base 10 log of 6.82. You could find logarithm using any number as the base, that is, the number which will be raised to some exponential power to produce another number. In mathematics on this planet, which is dominated by creatures with ten digits on their forepaws, the only commonly used bases for logarithms are 10 and 2.718281828. That second base is the base for what are called natural logarithms. It turns up repeatedly in mathematical analysis's of natural processes. If a civilization from another planet had 8 digits on their hands, they would use 8 and 2.718281828 as bases for logarithms. 2.718281828 is given the mathematical symbol "e" because it is a very important number and it is too long to write out all the time.
Answers & Comments
Verified answer
Your best fiend has given the right answer.
To get more answers, just google the following:
log 6.82
10^0.83784 = 6.82, 0.83784 is the base 10 log of 6.82. You could find logarithm using any number as the base, that is, the number which will be raised to some exponential power to produce another number. In mathematics on this planet, which is dominated by creatures with ten digits on their forepaws, the only commonly used bases for logarithms are 10 and 2.718281828. That second base is the base for what are called natural logarithms. It turns up repeatedly in mathematical analysis's of natural processes. If a civilization from another planet had 8 digits on their hands, they would use 8 and 2.718281828 as bases for logarithms. 2.718281828 is given the mathematical symbol "e" because it is a very important number and it is too long to write out all the time.
6.82*10^0
Take the logarithm of 6.82. (0.834)
10^0.834
.682*10^1-6.82
or .0682*10^2=6.82
or .00682*10^3 and so on..